We modified the sample cell of a commercial pressure−volume−temperature ( PVT ) apparatus to make glasses by pressure densification (0−200 MPa) in the equilibrium melt. The PVT data of the glasses and the melt were analyzed in terms of the Simha−Somcynsky equation-of-state (EOS) theory and the Tait EOS. Small macroscopic volume changes up to 1.2% were found to yield large microscopic volume changes in isotropic pressure-densified atactic poly(methyl methacrylate) glasses with densities in the range 1.1823−1.1963 g/cm 3: the free-volume fraction h from the Simha−Somcynsky theory decreased by up to 19.2%, the orthopositronium (o-Ps) lifetime τ 3 from positron annihilation lifetime spectroscopy (PALS) decreased by up to 8.4% whereas the o-Ps intensity I 3 remained constant at 29 ± 0.5%, and the volume of the free-volume cavities V ( τ 3 ) decreased by up to 16.1%. Moreover, the microscopic volume quantities h and V ( τ 3 ) were found to correlate best. The radius of the free-volume cavities R ( τ 3 ) at zero h appears to approach the Bohr radius of the o-Ps species. The thermal expansivity α 0 remains almost constant, the isothermal compressibility κ 0 decreases by up to 10.3%, which corresponds to an 11.5% increase in bulk modulus, and the freezing fraction remains constant up to formation pressures of 200 MPa.
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Schmidt et al. (2000) studied this question.
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